Let V be an n-dimensional vector space with an ordered basis B. Define T: V → F^n by T(x) = [x]B. Prove that T is linear. Note that the [x]B is suppose to be a subscript B
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Originally Posted by Qt3e_M3 Let V be an n-dimensional vector space with an ordered basis B. Define T: V → F^n by T(x) = [x]B. Prove that T is linear. Note that the [x]B is suppose to be a subscript B You just need to show: (i) i.e. (ii) i.e. .
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